Real Numbers
Algebraic Expressions
Equations and Inequalities
Equations and Inequalities continued
Extras
100

-13__1

-13 < 1

100

Translate:

17 more than the quotient of a number and four

n/4 + 17

100

Solve:

x+ (-6) =16

x=22

100

Solve the following:

m2/-2-= -98 

m=14

100

Rewrite the expression using exponents:

(1/2) x (1/2) x (1/2) x (1/2) x (1/2)

(1/2)5

200

Write 1/5 in decimal and percentage form:

0.2 and 20%

200

 Simplify

-2a-6+15a-21+5

13a-22

200

Which solution is this equation:

-2(3x-5)=2x+10-8x

Infinite solution

200

Solve the equation:

 6x-3-11-8x=2

x= -8

200

Complete the rules

1. x0=

2.x-2=

1. 1

2. 1/x2

300

 solve and simplify

 1 3/11 x 1 3/4

-3 9/11

300

Simplify with a positive exponents:

3a-1 b2/ 6a8 b-3

b5/2a9

300

Solve the following:

2k-6-7+3k=-48

k= -7

300

 Translate the expression do not solve.

"The difference between twice a number and 

41 is -23." 

2x-41= -23

300

Solve the following:

. −5k - 16 = 39

k= -11

400

1. √81/400

2. √68 ( estimate to the nearest tenth)

1. 9/20

2.  8.2

400

Simplify, write final answer in standard form:

(4x2+13x-2) + (x2-5x+16)

5x2+8x+14

400

Translate then solve the equation:

Ten more than 32% of a number is 26.

x=50

400

Solve the following equation:

1/2 (8c+10) > 4(2c-6)+1

c < 7

400

Solve the inequality and find and find 2 numbers that represent solutions

-8x+19 < -13

x > 4

1.  Any # bigger than 4 

2. Any # bigger than 4

500

Melissa ran 6 2/5 miles north, 2 3/4 west, and 2 1/3 miles south. How far did she run?

11 29/60 miles

500

Solve ( use positive exponents):

1. 24c10/8c

2. 10x3/2x4

1. 3c7

2. 5/x

500

 Define a variable, set up an equation, then solve.

 1. Cans of soup are on sale for $1.79 each. If Jack spent $25.06 on soup, how many cans did he buy?

14 cans of soup

500

Solve the following:

 Kendall is selling bags of popcorn to raise 

money for her soccer team. If she has raised $104 so far and the popcorn bags cost $8 each, how many more must she sell in order to raise at least $400? 


 37 more bags

500

Solve the following:

So far, two-thirds of the seniors bought prom 

tickets. If they need a minimum of 250 people to attend in order to keep the venue, how many students must be in the senior class to ensure they sold enough tickets? 

minimum of 375 students in the senior class.

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